{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "605fc84c",
   "metadata": {
    "papermill": {
     "duration": 0.01007,
     "end_time": "2023-07-20T08:44:53.685298",
     "exception": false,
     "start_time": "2023-07-20T08:44:53.675228",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## 代码实现"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c386500",
   "metadata": {
    "papermill": {
     "duration": 0.010247,
     "end_time": "2023-07-20T08:44:53.727462",
     "exception": false,
     "start_time": "2023-07-20T08:44:53.717215",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "接下来，我们来学习照相机标定的代码实现。为了方便理解，我们不考虑照相机畸变的影响。整个流程包括从标定板图像中提取角点，计算单应性矩阵，求解内参矩阵，求解外参矩阵，最后通过重投影误差来评估标定的准确性。这里我们采用OpenCV样例中的标定图像作为样例，有条件的同学也可以自己打印或者购买标定板进行拍照获取标定板图像。\n",
    "<!-- 在这里我们将介绍一下OpenCV标定算法的标定流程： -->\n",
    "<!-- （1）：由于镜头畸变的影响比较小，首先假定照相机是理想无畸变的，根据角点的二维坐标与三维坐标的对应关系来计算初始的照相机内参；\n",
    "（2）：求解照相机外参；\n",
    "（3）：应用最小二乘求解实际的畸变系数；\n",
    "（4）：根据求解的内外参对空间点进行重投影，应用全局$Levenberg-Marquardt$优化算法来最小化重投影和原投影点之间的误差。 -->"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "34193a3e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-07-20T08:44:53.750873Z",
     "iopub.status.busy": "2023-07-20T08:44:53.750123Z",
     "iopub.status.idle": "2023-07-20T08:44:56.339168Z",
     "shell.execute_reply": "2023-07-20T08:44:56.337850Z"
    },
    "papermill": {
     "duration": 2.60379,
     "end_time": "2023-07-20T08:44:56.341786",
     "exception": false,
     "start_time": "2023-07-20T08:44:53.737996",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Cloning into 'Hands-on-CV'...\n",
      "remote: Enumerating objects: 9, done.\u001b[K\n",
      "remote: Counting objects: 100% (9/9), done.\u001b[K\n",
      "remote: Compressing objects: 100% (4/4), done.\u001b[K\n",
      "remote: Total 9 (delta 1), reused 5 (delta 0), pack-reused 0\u001b[K\n",
      "Receiving objects: 100% (9/9), done.\n",
      "Resolving deltas: 100% (1/1), done.\n"
     ]
    }
   ],
   "source": [
    "# 首先clone对应仓库\n",
    "! git clone https://github.com/boyu-ai/Hands-on-CV.git"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "df165d65",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-07-20T08:44:56.367473Z",
     "iopub.status.busy": "2023-07-20T08:44:56.367076Z",
     "iopub.status.idle": "2023-07-20T08:44:57.009115Z",
     "shell.execute_reply": "2023-07-20T08:44:57.007869Z"
    },
    "papermill": {
     "duration": 0.661361,
     "end_time": "2023-07-20T08:44:57.014911",
     "exception": false,
     "start_time": "2023-07-20T08:44:56.353550",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cv2\n",
    "import glob\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "\n",
    "# 首先获取图像路径\n",
    "image_dirs = sorted(glob.glob(\"./Hands-on-CV/第13章 照相机标定/left*.jpg\"), \n",
    "                    key=lambda x: int(x.split(\"/\")[-1].split(\".\")[0][4:]))\n",
    "\n",
    "# 可视化4张棋盘格图像\n",
    "plt.figure()\n",
    "for i in range(4):\n",
    "    plt.subplot(2, 2, i+1)\n",
    "    img = cv2.imread(image_dirs[i], 0)\n",
    "    plt.imshow(img, cmap=\"gray\")\n",
    "    plt.axis(\"off\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0e425e61",
   "metadata": {},
   "source": [
    "从上图可以看到在标定板上的角点，我们可以通过角点检测算法来获取这些角点的坐标。在OpenCV中提供了一个函数 `cv2.findChessboardCorners()` 来帮助我们检测棋盘格角点。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "ec998984",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-07-20T08:44:57.048998Z",
     "iopub.status.busy": "2023-07-20T08:44:57.048583Z",
     "iopub.status.idle": "2023-07-20T08:44:57.057739Z",
     "shell.execute_reply": "2023-07-20T08:44:57.056580Z"
    },
    "papermill": {
     "duration": 0.028777,
     "end_time": "2023-07-20T08:44:57.060012",
     "exception": false,
     "start_time": "2023-07-20T08:44:57.031235",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def detect_corner(image_dirs):\n",
    "    \"\"\"\n",
    "    检测图像中的角点并返回，同时可视化角点检测效果。\n",
    "    \"\"\"\n",
    "    # 根据标定板决定用来标定的角点的个数，这里以(7, 6)为例\n",
    "    num_corner = (7, 6)\n",
    "    # 创建一个列表来保存每张图像中角点的三维坐标\n",
    "    objpoints = []\n",
    "    # 创建一个列表来保存每张图像中角点的二维坐标\n",
    "    imgpoints = []\n",
    "\n",
    "    #定义三维坐标:[row, co1, z]\n",
    "    objp = np.zeros((6*7,3), np.float32)\n",
    "    objp[:,:2] = np.mgrid[0:num_corner[0], \\\n",
    "                0:num_corner[1]].T.reshape(-1,2)\n",
    "\n",
    "    # 遍历所有图像，找到角点\n",
    "    for fname in image_dirs:\n",
    "        img = cv2.imread(fname)\n",
    "        # 转化成灰度图，方便角点检测\n",
    "        gray = cv2.cvtColor(img, cv2.COLOR_BGR2GRAY) \n",
    "        # 使用角点检测寻找角点坐标，如果找到ret返回True\n",
    "        # 左上角为坐标原点\n",
    "        ret, corners = cv2.findChessboardCorners(gray, num_corner, None)\n",
    "        # 根据ret的状态来记录角点\n",
    "        if ret == True:\n",
    "            objpoints.append(objp[:, :2])\n",
    "            imgpoints.append(corners.reshape(-1, 2))\n",
    "\n",
    "    # 使用OpenCV自带的绘图可视化角点检测效果，从红色开始绘制，紫色结束\n",
    "    cv2.drawChessboardCorners(img, (7,6), corners, ret)\n",
    "    plt.imshow(cv2.cvtColor(img, cv2.COLOR_BGR2RGB))\n",
    "    plt.show()\n",
    "    \n",
    "    return objpoints, imgpoints, gray\n",
    "\n",
    "# 调用detect_corner函数检测每张图像的角点\n",
    "objpoints, imgpoints, gray = detect_corner(image_dirs)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "640afe58",
   "metadata": {},
   "source": [
    "到这里我们就得到了图像上角点的图像坐标以及其对应的世界坐标系中的坐标，接下来我们就可以利用这些坐标之间的对应关系求解单应性矩阵 $\\boldsymbol{H}$。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "61026fa3",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "第1张图像的单应性矩阵为：\n",
      "[[-2.90500492e+01 -2.05911540e+00  4.76529133e+02]\n",
      " [ 2.28048296e+00 -3.63192023e+01  2.64694023e+02]\n",
      " [ 1.49422654e-02 -5.06829993e-03  1.00000000e+00]]\n",
      "第2张图像的单应性矩阵为：\n",
      "[[-1.28830042e+01  3.91039199e+01  2.53736256e+02]\n",
      " [-4.27973766e+01  7.39439498e+00  3.09778969e+02]\n",
      " [-4.92899678e-02 -3.79194108e-03  1.00000000e+00]]\n",
      "第3张图像的单应性矩阵为：\n",
      "[[-4.25026982e+01  2.84366906e+01  5.00044815e+02]\n",
      " [-1.26971800e+01 -4.04613414e+01  3.75934812e+02]\n",
      " [ 1.57645215e-02  2.74643346e-02  1.00000000e+00]]\n"
     ]
    }
   ],
   "source": [
    "def normalizing_input_data(coor_data):\n",
    "    # 计算坐标数据的平均值\n",
    "    x_avg = np.mean(coor_data[:, 0])\n",
    "    y_avg = np.mean(coor_data[:, 1])\n",
    "    # 计算坐标数据的标准差，并用它来计算尺度因子，使得归一化后的坐标的标准差为sqrt(2)\n",
    "    sx = np.sqrt(2) / np.std(coor_data[:, 0])\n",
    "    sy = np.sqrt(2) / np.std(coor_data[:, 1])\n",
    "    # 构造归一化矩阵，用于将坐标归一化，使均值为0，标准差为sqrt(2)\n",
    "    norm_matrix = np.array([[sx, 0, -sx * x_avg],\n",
    "                             [0, sy, -sy * y_avg],\n",
    "                             [0, 0, 1]])\n",
    "    return norm_matrix\n",
    "\n",
    "\n",
    "def compute_homography(pic_coor, real_coor):\n",
    "    \"\"\"\n",
    "    计算单应性矩阵H。\n",
    "\n",
    "    参数：\n",
    "    - pic_coor: 图像坐标系坐标。\n",
    "    - real_coor: 世界坐标系坐标。\n",
    "\n",
    "    返回：\n",
    "    - H: 单应性矩阵。\n",
    "    \"\"\"\n",
    "    pic_norm_mat = normalizing_input_data(pic_coor)\n",
    "    real_norm_mat = normalizing_input_data(real_coor)\n",
    "    \n",
    "    A = []  # 构建用于求解H的线性方程组\n",
    "    for i in range(len(pic_coor)):\n",
    "        # 将当前的图像坐标系坐标和世界坐标系坐标转换为齐次坐标\n",
    "        single_pic_coor = np.array([pic_coor[i][0], pic_coor[i][1], 1])\n",
    "        single_real_coor = np.array([real_coor[i][0], real_coor[i][1], 1])\n",
    "\n",
    "        # 对坐标进行归一化处理\n",
    "        pic_norm = np.dot(pic_norm_mat, single_pic_coor)\n",
    "        real_norm = np.dot(real_norm_mat, single_real_coor)\n",
    "\n",
    "        # 根据归一化后的坐标构造矩阵A的行\n",
    "        # 这部分实现了将单应性矩阵H的约束条件转换为线性方程的过程\n",
    "        A.append(np.array([-real_norm.item(0), -real_norm.item(1), -1, 0, 0, 0,\n",
    "            pic_norm.item(0) * real_norm.item(0), pic_norm.item(0) * real_norm.item(1),\n",
    "            pic_norm.item(0)]))\n",
    "        A.append(np.array([0, 0, 0, -real_norm.item(0), -real_norm.item(1), -1,\n",
    "            pic_norm.item(1) * real_norm.item(0), pic_norm.item(1) * real_norm.item(1),\n",
    "            pic_norm.item(1)]))\n",
    "\n",
    "    # 使用奇异值分解(SVD)求解Mh=0中的h，即单应性矩阵H的向量化形式\n",
    "    U, S, VT = np.linalg.svd((np.array(A, dtype='float')).reshape((-1, 9)))\n",
    "    H = VT[-1].reshape((3, 3))  # 最小奇异值对应的奇异向量重塑为3x3矩阵\n",
    "    \n",
    "    # 对H进行反归一化处理\n",
    "    H = np.dot(np.dot(np.linalg.inv(pic_norm_mat), H), real_norm_mat)\n",
    "    H = H / H[-1, -1]  # 归一化，确保H的最后一个元素为1\n",
    "\n",
    "    return H\n",
    "\n",
    "H_list = []\n",
    "for i in range(len(objpoints)):\n",
    "    H = compute_homography(imgpoints[i], objpoints[i])\n",
    "    H_list.append(H)\n",
    "    if i < 3:\n",
    "        print(\"第{}张图像的单应性矩阵为：\\n{}\".format(i+1, H))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b02ca4f8",
   "metadata": {},
   "source": [
    "在得到了每张标定板图像对应的 $\\boldsymbol{H}$ 之后，我们首先需要从每个单应性矩阵 $\\boldsymbol H$ 中提取出用于解矩阵 $\\boldsymbol B$ 的约束方程。然后再通过SVD分解求解出 $\\boldsymbol B$，最后通过楚列斯基分解求解出照相机的内参矩阵 $\\boldsymbol K$。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "2ba59827",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "B矩阵为：\n",
      "[[ 2.16451749e-06  7.58169969e-09 -7.67824576e-04]\n",
      " [ 7.58169969e-09  2.15556058e-06 -4.90907403e-04]\n",
      " [-7.67824576e-04 -4.90907403e-04  9.99999585e-01]]\n"
     ]
    }
   ],
   "source": [
    "def compute_B_matrix(H_list):\n",
    "    \"\"\"\n",
    "    从单应性矩阵H列表中计算B矩阵。\n",
    "\n",
    "    参数：\n",
    "    - H_list: 单应性矩阵H的列表。\n",
    "\n",
    "    返回：\n",
    "    - B: B矩阵。\n",
    "    \"\"\"\n",
    "    V = []\n",
    "\n",
    "    for H in H_list:\n",
    "        # 分解H矩阵以获得其列向量\n",
    "        h1, h2, _ = H[:,0], H[:,1], H[:,2]\n",
    "        # 根据旋转矩阵的正交性质构造V矩阵的行\n",
    "        # v_ij 是构造方程 hi^T * B * hj = 0 的向量形式\n",
    "        # 由于 h = K * r，我们可以用 h 来代替 r\n",
    "        \n",
    "        # 第一个方程来自于 r1^T * r2 = 0 -> (h1^T * B * h2 = 0)\n",
    "        v12 = np.array([h1[0]*h2[0], h1[0]*h2[1] + h1[1]*h2[0], h1[1]*h2[1], \n",
    "            h1[2]*h2[0] + h1[0]*h2[2], h1[2]*h2[1] + h1[1]*h2[2], h1[2]*h2[2]])\n",
    "        \n",
    "        # 第二个方程来自于 r1^T * r1 = r2^T * r2 -> \n",
    "        # ((h1^T * B * h1) - (h2^T * B * h2) = 0)\n",
    "        v11_v22 = np.array([h1[0]**2 - h2[0]**2, 2*(h1[0]*h1[1] - h2[0]*h2[1]), \n",
    "                            h1[1]**2 - h2[1]**2, 2*(h1[2]*h1[0] - h2[2]*h2[0]), \n",
    "                            2*(h1[2]*h1[1] - h2[2]*h2[1]), h1[2]**2 - h2[2]**2])\n",
    "\n",
    "        # 将这两个方程添加到V矩阵中\n",
    "        V.append(v12)\n",
    "        V.append(v11_v22)\n",
    "\n",
    "    V = np.array(V)\n",
    "\n",
    "    # 使用SVD求解b，其中b是B矩阵的六个未知数的向量形式\n",
    "    U, S, Vt = np.linalg.svd(V)\n",
    "    b = Vt[-1]  # 与最小奇异值对应的奇异向量\n",
    "\n",
    "    # 根据b重构B矩阵\n",
    "    B = np.array([[b[0], b[1], b[3]],\n",
    "                  [b[1], b[2], b[4]],\n",
    "                  [b[3], b[4], b[5]]])\n",
    "\n",
    "    return B\n",
    "\n",
    "B = compute_B_matrix(H_list)\n",
    "print(\"B矩阵为：\\n{}\".format(B))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4bdb9c04",
   "metadata": {},
   "source": [
    "接下来我们使用楚列斯基分解求解出照相机的内参矩阵 $\\boldsymbol K$。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "7b23636f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "K矩阵为：\n",
      "[[533.92350191  -1.87407784 353.93909352]\n",
      " [  0.         535.03494272 226.49511563]\n",
      " [  0.           0.           1.        ]]\n"
     ]
    }
   ],
   "source": [
    "def cholesky_solve(B):\n",
    "  \"\"\"\n",
    "  利用楚列斯基分解求解 K 矩阵。\n",
    "  \"\"\"\n",
    "  # 检查 B 是否为对称矩阵\n",
    "  if not np.allclose(B, B.T):\n",
    "    raise ValueError(\"B is not a symmetric matrix\")\n",
    "\n",
    "  # 进行楚列斯基分解\n",
    "  L = np.linalg.cholesky(B)\n",
    "\n",
    "  # L是下三角矩阵，而我们的K是上三角矩阵\n",
    "  K = np.linalg.inv(L.T)\n",
    "\n",
    "  # K矩阵的最后一个元素为1\n",
    "  K = K / K[-1, -1]\n",
    "  return K\n",
    "\n",
    "# 直接求解\n",
    "K = cholesky_solve(B)\n",
    "print(\"K矩阵为：\\n{}\".format(K))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ea92dc46",
   "metadata": {},
   "source": [
    "接下来我们再从单应性矩阵计算照相机的外参矩阵 $[\\boldsymbol{R} | \\boldsymbol{t}]$。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "b2b85fa8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-07-20T08:44:57.094115Z",
     "iopub.status.busy": "2023-07-20T08:44:57.093683Z",
     "iopub.status.idle": "2023-07-20T08:44:58.223993Z",
     "shell.execute_reply": "2023-07-20T08:44:58.222791Z"
    },
    "papermill": {
     "duration": 1.150628,
     "end_time": "2023-07-20T08:44:58.226477",
     "exception": false,
     "start_time": "2023-07-20T08:44:57.075849",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "第1张图像的外参矩阵为：\n",
      "[[-9.73670749e-01  9.02344992e-04  2.27957142e-01  3.47913167e+00]\n",
      " [-1.90344917e-02 -9.96821819e-01 -7.73559911e-02  1.08066170e+00]\n",
      " [ 2.27162851e-01 -7.96583141e-02  9.70593423e-01  1.51363433e+01]]\n",
      "第2张图像的外参矩阵为：\n",
      "[[ 0.11529592  0.97966689  0.16419391 -2.41686208]\n",
      " [-0.76215049  0.19325491 -0.61788281  2.01046147]\n",
      " [-0.63705061 -0.0539011   0.7689351  12.91567438]]\n",
      "第3张图像的外参矩阵为：\n",
      "[[-0.9339432   0.35280444  0.05726373  2.84741705]\n",
      " [-0.31749332 -0.89247809  0.32043853  2.89596682]\n",
      " [ 0.16415876  0.28109053  0.94553689 10.36835246]]\n"
     ]
    }
   ],
   "source": [
    "def get_extrinsics_param(H, intrinsics_param):\n",
    "    \"\"\"\n",
    "    从单应性矩阵H和内参矩阵K中计算外参矩阵R和平移向量t，并确保R的行列式为1。\n",
    "\n",
    "    参数：\n",
    "    - H: 单应性矩阵H列表。\n",
    "    - intrinsics_param: 内参矩阵K。\n",
    "\n",
    "    返回：\n",
    "    - extrinsics_param: 包含外参矩阵R和平移向量t的列表。\n",
    "    \"\"\"\n",
    "    extrinsics_param = []\n",
    "\n",
    "    inv_intrinsics_param = np.linalg.inv(intrinsics_param)\n",
    "    for i in range(len(H)):\n",
    "        h0 = (H[i].reshape(3, 3))[:, 0]\n",
    "        h1 = (H[i].reshape(3, 3))[:, 1]\n",
    "        h2 = (H[i].reshape(3, 3))[:, 2]\n",
    "\n",
    "        scale_factor = 1 / np.linalg.norm(np.dot(inv_intrinsics_param, h0))\n",
    "\n",
    "        r0 = scale_factor * np.dot(inv_intrinsics_param, h0)\n",
    "        r1 = scale_factor * np.dot(inv_intrinsics_param, h1)\n",
    "        t = scale_factor * np.dot(inv_intrinsics_param, h2)\n",
    "        r2 = np.cross(r0, r1)\n",
    "\n",
    "        # 构成近似旋转矩阵\n",
    "        R_approx = np.array([r0, r1, r2]).transpose()\n",
    "        \n",
    "        # 使用SVD来修正R，确保其符合旋转矩阵的性质\n",
    "        U, _, Vt = np.linalg.svd(R_approx)\n",
    "        R_corrected = np.dot(U, Vt)\n",
    "        \n",
    "        # 确保R的行列式为1\n",
    "        if np.linalg.det(R_corrected) < 0:\n",
    "            U[:, -1] *= -1  # 调整U的最后一列\n",
    "            R_corrected = np.dot(U, Vt)  # 重新计算R\n",
    "\n",
    "        extrinsics = np.column_stack((R_corrected, t))\n",
    "        extrinsics_param.append(extrinsics)\n",
    "\n",
    "    return extrinsics_param\n",
    "\n",
    "\n",
    "extrinsics_param = get_extrinsics_param(H_list, K)\n",
    "for i in range(len(extrinsics_param)):\n",
    "    print(\"第{}张图像的外参矩阵为：\\n{}\".format(i+1, extrinsics_param[i]))\n",
    "    if i == 2:\n",
    "        break"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e05156a4",
   "metadata": {},
   "source": [
    "接下来我们可以将空间中点根据我们计算得到的内参和外参投影到图像平面上，然后计算重投影误差来判断我们标定的准确程度。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "86b3d3de",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "平均重投影误差为: 2.2527822694246837\n"
     ]
    }
   ],
   "source": [
    "def reproject_error(K, extrinsic, pixel_coor, real_coor):\n",
    "    \"\"\"\n",
    "    计算重投影误差。\n",
    "\n",
    "    参数：\n",
    "    - K: 内参矩阵。\n",
    "    - extrinsic: 外参矩阵。\n",
    "    - pixel_coor: 图像坐标系坐标。\n",
    "    - real_coor: 世界坐标系坐标。\n",
    "\n",
    "    返回：\n",
    "    - error: 重投影误差。\n",
    "    \"\"\"\n",
    "    # 计算投影矩阵\n",
    "    P = np.dot(K, extrinsic)\n",
    "    \n",
    "    # 将世界坐标系坐标转换为齐次坐标\n",
    "    real_coor = np.column_stack((real_coor, np.zeros(len(real_coor)), \n",
    "                                 np.ones(len(real_coor))))\n",
    "    \n",
    "    # 计算重投影坐标\n",
    "    reprojected_coor = np.dot(P, real_coor.T).T\n",
    "    reprojected_coor = reprojected_coor[:, :2] / reprojected_coor[:, 2:3]\n",
    "\n",
    "    # 计算重投影误差\n",
    "    error = np.linalg.norm(reprojected_coor - pixel_coor, axis=1)\n",
    "    \n",
    "    return error.mean()\n",
    "\n",
    "# 将内外参矩阵都转化为齐次坐标\n",
    "K_homo = np.column_stack((K, np.zeros(3)))\n",
    "K_homo = np.row_stack((K_homo, [0, 0, 0, 1]))\n",
    "\n",
    "# 计算所有图像重投影误差的均值\n",
    "mean_error = 0\n",
    "for j in range(len(imgpoints)):\n",
    "    extrinsic_homo = np.row_stack((extrinsics_param[j], [0, 0, 0, 1]))\n",
    "\n",
    "    # 计算每一张图像的重投影误差\n",
    "    error = reproject_error(K_homo, extrinsic_homo, imgpoints[j], objpoints[j])\n",
    "    mean_error += error\n",
    "\n",
    "# 得到平均重投影误差\n",
    "mean_error /= len(imgpoints) \n",
    "print(\"平均重投影误差为: {}\".format(mean_error))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "67cfd740",
   "metadata": {},
   "source": [
    "到这里，我们就完成了基础的照相机标定流程。从重投影误差来看，我们计算出来的照相机参数还是比较精确的，平均误差为 2.25 个像素。在实际应用过程中，我们往往直接使用 OpenCV 的标定函数来实现照相机标定："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "007f5633",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "照相机内参:\n",
      "[[530.16217137   0.         341.48703364]\n",
      " [  0.         530.21111757 230.10277488]\n",
      " [  0.           0.           1.        ]] \n",
      "\n",
      "畸变参数:\n",
      "[[-3.60236613e-01  8.54966618e-01  5.79031024e-04 -4.97455055e-04\n",
      "  -2.16444973e+00]]\n"
     ]
    }
   ],
   "source": [
    "# 转换成OpenCV需要的格式\n",
    "objpoints_cv = [np.hstack((i, np.zeros((i.shape[0], 1)))).astype(\n",
    "                np.float32) for i in objpoints]\n",
    "imgpoints_cv = [i[:,None,:] for i in imgpoints]\n",
    "\n",
    "# 使用OpenCV的标定函数来标定照相机\n",
    "ret, mtx, dist, rvecs, tvecs = cv2.calibrateCamera(objpoints_cv, \n",
    "                                imgpoints_cv, gray.shape[::-1], None, None)\n",
    "\n",
    "print(\"照相机内参:\")\n",
    "# 照相机内参，输出格式为 [[fx,0,cx],[0,fy,cy],[0,0,1]]\n",
    "print(mtx,\"\\n\")\n",
    "\n",
    "print(\"畸变参数:\")\n",
    "# k1,k2,p1,p2,k3\n",
    "print(dist)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "bec24bf4",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "OpenCV得到的平均重投影误差为: 0.062162126761103303\n"
     ]
    }
   ],
   "source": [
    "# 初始化误差\n",
    "mean_error = 0\n",
    "for i in range(len(objpoints_cv)):\n",
    "    # 使用内外参和畸变参数对点进行重投影\n",
    "    imgpoints2, _ = cv2.projectPoints(objpoints_cv[i], \n",
    "                             rvecs[i], tvecs[i], mtx, dist)\n",
    "    # 计算重投影点与原始点的误差，使用欧几里得距离进行衡量\n",
    "    error = cv2.norm(imgpoints_cv[i], imgpoints2, \n",
    "                             cv2.NORM_L2) / len(imgpoints2)\n",
    "    # 累加误差\n",
    "    mean_error += error\n",
    "    \n",
    "# 得到平均每个点偏移像素的二范数\n",
    "mean_error /= len(objpoints_cv) \n",
    "print(\"OpenCV得到的平均重投影误差为: {}\".format(mean_error))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c4e02b54",
   "metadata": {},
   "source": [
    "可以发现我们的简易算法和OpenCV得到的标定结果大体上是一致的，只是精度上有一些差异，主要原因是畸变参数的影响。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b6db4bfc",
   "metadata": {
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     "exception": false,
     "start_time": "2023-07-20T08:44:58.304182",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## 16.4 小结\n",
    "\n",
    "本章主要介绍了照相机成像的基本原理，以及照相机模型中重要的参数：内外参数和畸变参数。我们还学习了如何使用标定板对照相机进行标定，并通过代码实现了照相机的标定。经过标定的照相机，犹如一座连接三维世界与二维图像平面的桥梁。它让我们能够通过图像来反向推算三维空间的信息，为后续的计算机视觉应用提供重要的基础。下一节，我们将学习光流与运动场，探究空间运动与图像像素变化之间的关系。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4f100a3e",
   "metadata": {
    "papermill": {
     "duration": 0.019158,
     "end_time": "2023-07-20T08:44:58.362496",
     "exception": false,
     "start_time": "2023-07-20T08:44:58.343338",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## 16.5 习题"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "355a7f1f",
   "metadata": {
    "papermill": {
     "duration": 0.020086,
     "end_time": "2023-07-20T08:44:58.402060",
     "exception": false,
     "start_time": "2023-07-20T08:44:58.381974",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "#### 习题16.1：我们在标定过程中默认标定板上每个方格的边长为 1 m，而不是其真实的物理长度，这样会对标定结果产生影响吗？为什么？\n",
    "\n",
    "#### 习题16.2：试思考径向畸变和切相畸变哪一个更常见？为什么？\n",
    "\n",
    "#### 习题16.3：棋盘格标定板是照相机标定中常用的标定板，那么在实际应用中，是否可以使用其他形式的标定板进行标定？请举例说明。\n",
    "\n",
    "#### 习题16.4：角点识别的精度会影响到标定的结果，试思考如何减少其误差带来的影响。"
   ]
  }
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